Rectangular function

1. How do you define a rectangular function?
2. What is a rectangular pulse signal?
3. What is the rectangular function in Matlab?
4. What is the Fourier transform of a rectangle?

How do you define a rectangular function?

Main Concept. The rectangular function, also known as the gate function, unit pulse, or normalized boxcar function is defined as: The rectangular function is a function that produces a rectangular-shaped pulse with a width of (where in the unit function) centered at t = 0.

What is a rectangular pulse signal?

The rectangular pulse is defined as(2.22)ΠLT(t)=A-LT2≤t≤LT20otherwisewhere A is the amplitude of the pulse and L is an integer.

What is the rectangular function in Matlab?

If a < x < b , then the rectangular pulse function equals 1. If x = a or x = b and a <> b , then the rectangular pulse function equals 1/2. Otherwise, it equals 0.

What is the Fourier transform of a rectangle?

Therefore, the Fourier transform of the rectangular function is. F[∏(tτ)]=τ⋅sinc(ωτ2) Or, it can also be represented as, ∏(tτ)FT↔τ⋅sinc(ωτ2)